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Adsorption, apparent chemical

Step 1. Reactants enter a packed catalytic tubular reactor, and they must diffuse from the bulk fluid phase to the external surface of the solid catalyst. If external mass transfer limitations provide the dominant resistance in this sequence of diffusion, adsorption, and chemical reaction, then diffusion from the bulk fluid phase to the external surface of the catalyst is the slowest step in the overall process. Since rates of interphase mass transfer are expressed as a product of a mass transfer coefficient and a concentration driving force, the apparent rate at which reactants are converted to products follows a first-order process even though the true kinetics may not be described by a first-order rate expression. Hence, diffusion acts as an intruder and falsifies the true kinetics. The chemical kineticist seeks to minimize external and internal diffusional limitations in catalytic pellets and to extract kinetic information that is not camouflaged by rates of mass transfer. The reactor design engineer must identify the rate-limiting step that governs the reactant product conversion rate. [Pg.383]

Not all of the sites on a surface are identical. Further, broadly, chemisorption involves strong interactions between adsorbant and surface.This type of adsorption may involve interactions whose strengths approximate those of true chemical bonds. At the opposite extreme, physical adsorption, apparently involves weaker bonding to the surface. [Pg.312]

Thus, models based on multisite binding equilibria successfully describe the dependence of D on Cx at a fixed micelle concentration when the electroactive probe is almost totally bound to the micelles. The electrode reaction of the probe must not be accompanied by adsorption or chemical reaction. Nonlinear regression analysis of the data enables an assessment of the importance of polydispersity and an accurate estimate of diffusion coefficients of the micelles. Parameters proportional to binding constants are also obtained, and these can be converted to apparent binding constants if the micelle concentrations are known. The models also quantitatively predict the observed z decrease in measured diffusion coefficient with concentration of micelles. This work shows that the micellar system we have used for electrocatalysis are probably polydisperse. [Pg.577]

We have covered a body of material in this chapter that deals with movement of mass along gradients and between phases. We have examined the commonalities and differences between linear driving forces, net rates of adsorption, and permeation. Each has the common feature that reaction is not involved but does involve transport between apparently well-defined regions. We move now to chemically reactive systems in anticipation of eventually analyzing problems that involve mass transfer and reaction. [Pg.296]

With its oxygen functionality, graphite oxide has chemical properties more akin to those of layered disulfides or sheet silicates than to those of graphite (Gi, T1,A2). Many studies have been of an extremely applied nature the possibility of fluorination (LI, N1), redox potentials in the presence of hydrogen peroxide (V2), the apparent density (L2), the adsorption isotherms with nitrogen (L3), and the diffusion of Cs in graphite oxide (R2). [Pg.283]

Table 1. The reasons for the apparent breakdown of the original principle have included chemical interaction between one couple and an intermediate species of the other, changes produced in the structure of the electrode surface and, most common of all, adsorption on the surface of a component of one couple that affected the electrode kinetics of the other. The underlying problem in these cases has been the untenable premise that each couple acts quite independently of the other and is not affected by the other s presence. However, as many of these studies have shown, the premise of additivity still applies whenever the interactions have been allowed for by carrying out the electrochemical experiments in an appropriate fashion. The validity of adding or superimposing electrochemical curves can therefore be considerably extended by restating the principle as follows ... Table 1. The reasons for the apparent breakdown of the original principle have included chemical interaction between one couple and an intermediate species of the other, changes produced in the structure of the electrode surface and, most common of all, adsorption on the surface of a component of one couple that affected the electrode kinetics of the other. The underlying problem in these cases has been the untenable premise that each couple acts quite independently of the other and is not affected by the other s presence. However, as many of these studies have shown, the premise of additivity still applies whenever the interactions have been allowed for by carrying out the electrochemical experiments in an appropriate fashion. The validity of adding or superimposing electrochemical curves can therefore be considerably extended by restating the principle as follows ...
Kds are the constants of rates of chemical reactions of oxygen adsorption and desorbtion from ZnO film and Aq are electron work function from ZnO before oxygen gets adsorbed and its variation caused by dipole moment of adsorbed complexes being formed U is the adsorption activation energy of non-electrostatic nature [ M] is the concentration of solvent molecules. Apparently we can write down the following expression for the stationary system ... [Pg.211]

Sorption mechanisms of Hg(II) by the nonliving biomass of Potamogeton natans was also elucidated using chemical and instrumental analyses including atomic absorption, electron microscopy, and x-ray energy dispersion analyses. The results showed a high maximum adsorption of Hg(II) (180 mg/g), which took place over the entire biomass surface. Nevertheless, there were spots on the surface where apparent multilayer sorption of Hg(II) occurred. The minimum concentration of Hg(II) in solution that can be removed appears to be about 4-5 mg/L.117... [Pg.400]

The last two assumptions are the most critical and are probably violated under field conditions. Smith et al. (3) found that at least a half-hour was required to achieve adsorption equilibrium between a chemical in the soil water and on the soil solids. Solution of the diffusion equation has shown that many volatile compounds have theoretical diffusion half-lives in the soil of several hours. Under actual field conditions, the time required to achieve adsorption equilibrium will retard diffusion, and diffusion half-lives in the soil will be longer than predicted. Numerous studies have reported material bound irreversibly to soils, which would cause apparent diffusion half-lives in the field to be longer than predicted. [Pg.200]

In aquatic environments, radiocerium readily forms chemical complexes in seawater and associates with particles by adsorption (Mauch-line and Templeton, 1963). When radiocerium was added to natural seawater, it became associated with suspended matter, especially that with apparent particle diameters of 0.02 to 0.1 fim (Carpenter and Grant, 1967). When ionic radiocerium was added to filtered seawater at pH > 6.0, it hydrolyzed and formed complexes with hydroxide, chloride, or other anions in seawater and went on to form particles (Hirano et al., 1973). Adsorption of radiocerium onto suspended particles has also been noted after its release to freshwater ecosystems (Beninson et al., 1966). [Pg.12]

The atomic structure of a heterogeneous catalyst determines its chemical and phase properties, but texture determines a wide range of additional features that dictate such characteristics as adsorption and capillarity, permeability, mechanical strength, heat and electrical conductivity, etc. For example, the apparent catalytic activity,. of a grain, taking into account diffusion of reagents, depends on the interrelation between the rates of reaction and diffusion, and the latter is determined by a porous structure. [Pg.260]

We return to the complex formation equilibria described in Chapter 2 (Eqs. 2.1 -2.10). The equilibrium constants as given in these equations are essentially intrinsic constants valid for a (hypothetically) uncharged surface. In many cases we can use these constants as apparent constants (in a similar way as non-activity corrected constants are being used) to illustrate some of the principal features of the interdependent variables that affect adsorption. Although it is impossible to separate the chemical and electrical contribution to the total energy of interaction with a surface without making non-thermodynamic assumptions, it is useful to operationally break down the interaction energy into a chemical and a Coulombic part ... [Pg.67]

Sorption processes are influenced not just by the natures of the absorbate ion(s) and the mineral surface, but also by the solution pH and the concentrations of the various components in the solution. Even apparently simple absorption reactions may involve a series of chemical equilibria, especially in natural systems. Thus in only a comparatively small number of cases has an understanding been achieved of either the precise chemical form(s) of the adsorbed species or of the exact nature of the adsorption sites. The difficulties of such characterization arise from (i) the number of sites for adsorption on the mineral surface that are present because of the isomorphous substitutions and structural defects that commonly occur in aluminosilicate minerals, and (ii) the difference in the chemistry of solutions in contact with a solid surface as compound to bulk solution. Much of our present understanding is derived from experiments using spectroscopic techniques which are able to produce information at the molecular level. Although individual methods may often be applicable to only special situations, significant advances in our knowledge have been made... [Pg.357]

Although it is still difficult to establish clear cause effect relationships, it is widely accepted that chemical pollution contributes for antibiotic resistance dissemination [10, 33, 34]. There are evidences that antibiotic resistance increase is related with environmental pollution and anthropic pressures. In this respect, antibiotics seem to be a major, although not the unique, form of pollution, mainly because it is estimated that about 75% of the antibiotics consumed by humans and animals are eliminated as active substances [35, 36]. In the environment, antibiotics can suffer adsorption, photolysis or biodegradation, reaching very low concentrations [37]. Nevertheless, at sub-inhibitory levels, as they are found in the environment, antibiotics can promote several alterations on housekeeping functions of the cells. Apparently, some of these alterations are not associated with antibiotic resistance. Even though, they contribute for the perturbation of the microbial community, leading, eventually, to an overall resistance increase [1, 34, 38]. [Pg.182]


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See also in sourсe #XX -- [ Pg.206 , Pg.207 , Pg.208 ]




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